辅助方程构造(2+1)维Hybrid-Lattice系统和离散的mKdV方程的精确解

给出双曲函数型辅助方程和函数变换相结合的一种方法，借助符号计算系统Mathematica构造了(2+1)维Hybrid-Lattice系统和离散的mKdV方程新的精确孤波解和三角函数波解. 关键词： 辅助方程 函数变换 (2+1)维Hybrid-Lattice系统 mKdV方程')" href="#">离散的mKdV方程     

少子寿命和表面形貌与多孔硅发光性能的关系

研究了不同时间腐蚀的多孔硅的光致发光性能与多孔硅的表面形貌和少子寿命之间的关系。结果表明,多孔硅的发光来自与氧空位有关的缺陷,而多孔硅表面的氢原子能够钝化多孔硅表面的非辐射中心从而提高多孔硅的发光效率。多孔硅的空隙度随腐蚀时间的延长而增大,这也导致了多孔硅的少子寿命的降低,从而造成多孔硅的光致发光效率随多孔硅空隙度的增大以及少子寿命的降低而提高。另外,原子力显微照片表明长时间的腐蚀使多孔硅表面层被化学腐蚀,从而降低了多孔硅表面的粗糙度。     

小型射流发生器的实验研究

 通过对小型射流单重态氧发生器的稳定工作条件及射流板性能对发生器的性能影响的考察,在一个小型超音速氧碘化学激光器（COIL）中使用射流发生器成功地得到激光输出。     

MICROSTRUCTURE ON COLLECTIVITY IN EVEN 116-122Xe ISOTOPES

Using microscopic interacting boson-fermion model formalism, the ground-band, β-band, γ-band and high spins states in even ^116-122Xe isotopes are successfully described. It can explain the recent experimental result that collective structures may coexist with the single-particle states and subshell feature. It predictes the energies of 1⁺ states.     

(n+1)维双Sine-Gordon方程的新精确解

给出包含第一种椭圆方程的三角函数型辅助方程及其解的叠加公式.在一般函数变换下,借助符号计算系统Mathematica,构造了(n+1)维双sine-Gordon方程新的Jacobi椭圆函数精确解.这些解包括了行波变换下的Jacobi椭圆函数精确解、精确孤立波解和三角函数解.     

Constructing infinite sequence exact solutions of nonlinear evolution equations

To construct the infinite sequence new exact solutions of nonlinear evolution equations and study the first kind of elliptic function, new solutions and the corresponding Bäcklund transformation of the equation are presented. Based on this, the generalized pentavalent KdV equation and the breaking soliton equation are chosen as applicable examples and infinite sequence smooth soliton solutions, infinite sequence peak solitary wave solutions and infinite sequence compact soliton solutions are obtained with the help of symbolic computation system Mathematica. The method is of significance to search for infinite sequence new exact solutions to other nonlinear evolution equations.     

New application to Riccati equation

<正>To seek new infinite sequence of exact solutions to nonlinear evolution equations,this paper gives the formula of nonlinear superposition of the solutions and Backlund transformation of Riccati equation.Based on the tanhfunction expansion method and homogenous balance method,new infinite sequence of exact solutions to Zakharov-Kuznetsov equation,Karamoto-Sivashinsky equation and the set of(2+l)-dimensional asymmetric Nizhnik-Novikov-Veselov equations are obtained with the aid of symbolic computation system Mathematica.The method is of significance to construct infinite sequence exact solutions to other nonlinear evolution equations.     

微乳液法制备二氧化硅包覆ZnS:Mn/CdS纳米晶

采用微乳液法制备核壳结构ZnS:Mn/CdS(～4.5nm)纳米晶,为获得水溶性纳米晶,继续向此微乳液添加硅酸乙酯(TEOS),并使用氨水作为催化剂,通过TEOS水解缩聚反应,在ZnS:Mn/CdS粒子表面生长连续的二氧化硅壳层.采用透射电子显微镜(TEM)、X射线衍射(XRD)、红外光谱(IR)、光致发光谱(PL)对其表面形貌、结构和光学特性进行表征.ZnS:Mn /CdS纳米粒子表面被二氧化硅壳层完全包覆,粒径大小约为10nm左右,粒子均匀性好.由于二氧化硅相无定形且透光性良好,二氧化硅包覆ZnS:Mn/CdS纳米晶的光学特性与未包覆的ZnS:Mn/CdS极其相似.     

New exact solitary wave solutions to generalized mKdV equation and generalized Zakharov--Kuzentsov equation

In this paper, based on hyperbolic tanh-function method and homogeneous balance method, and auxiliary equation method, some new exact solitary solutions to the generalized mKdV equation and generalized Zakharov--Kuzentsov equation are constructed by the method of auxiliary equation with function transformation with aid of symbolic computation system Mathematica. The method is of important significance in seeking new exact solutions to the evolution equation with arbitrary nonlinear term.     

ZnS:Mn/CdS核壳结构纳米微粒的制备及光学特性

采用微乳液法制备了掺Mn的ZnS纳米微粒并用CdS对其进行了表面修饰,以XRD、紫外吸收和发射光谱对其结构及光学性质进行了表征和研究.制得的纳米微晶粒径为4～6nm,为立方纤锌矿结构.与未经包覆的ZnS:Mn纳米微粒相比,核壳结构的ZnS:Mn/CdS纳米微粒中Mn2+发射峰的强度增强了很多,适当厚度的壳层的修饰可减少其表面态发射和非辐射跃迁,增强了Mn2+离子的4T1-6A1的能量传递和ZnS的带边发射,提高了发光效率;讨论了ZnS核中Mn掺杂浓度对ZnS:Mn/CdS纳米微晶的光学性能的影响,发现当掺Mn浓度为4;时Mn2+发射峰的强度最大.